AbstractWe study the expansion of the Eisenstein series for Fq[T] of weight qk−1, k∈N, and using the fact that they are eigenfunctions for the Hecke operators, we prove congruences for some of their coefficients
The Rankin-Cohen bracket of two Eisenstein series provides a kernel yielding products of the periods...
AbstractIn this paper, we study the Drinfeld cusp forms for Γ1(T) and Γ(T) using Teitelbaum's interp...
In a 1987 letter, Serre proves that the systems of Hecke eigenvalues arising from mod $p$ modular fo...
AbstractWe study the expansion of the Eisenstein series for Fq[T] of weight qk−1, k∈N, and using the...
AbstractWe determine the zeroes of Drinfeld–Goss Eisenstein series for the principal congruence subg...
Let E and f be an Eisenstein series and a cusp form, respectively, of the same weight k ≥ 2 and of t...
We show that every elliptic modular form of integral weight greater than\ua01 can be expressed as li...
AbstractWe define Eisenstein series and theta functions for Drinfeld modules of arbitrary rank, and ...
In this article, we study the Fourier coefficients of Eisenstein series newforms. We obtain a sharp ...
Historically, Kohnen and Zagier connected modular forms with period polynomials, and as a consequenc...
In this thesis we extend the work of Dummigan and Fretwell on congruences of ``local origin''. Such ...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
One topic of this thesis are products of two Eisenstein series. First we investigate the subspaces o...
The Rankin-Cohen bracket of two Eisenstein series provides a kernel yielding products of the periods...
AbstractIn this paper, we study the Drinfeld cusp forms for Γ1(T) and Γ(T) using Teitelbaum's interp...
In a 1987 letter, Serre proves that the systems of Hecke eigenvalues arising from mod $p$ modular fo...
AbstractWe study the expansion of the Eisenstein series for Fq[T] of weight qk−1, k∈N, and using the...
AbstractWe determine the zeroes of Drinfeld–Goss Eisenstein series for the principal congruence subg...
Let E and f be an Eisenstein series and a cusp form, respectively, of the same weight k ≥ 2 and of t...
We show that every elliptic modular form of integral weight greater than\ua01 can be expressed as li...
AbstractWe define Eisenstein series and theta functions for Drinfeld modules of arbitrary rank, and ...
In this article, we study the Fourier coefficients of Eisenstein series newforms. We obtain a sharp ...
Historically, Kohnen and Zagier connected modular forms with period polynomials, and as a consequenc...
In this thesis we extend the work of Dummigan and Fretwell on congruences of ``local origin''. Such ...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
A systematic procedure for generating cubic multisections of Eisenstein series is given. The relevan...
One topic of this thesis are products of two Eisenstein series. First we investigate the subspaces o...
The Rankin-Cohen bracket of two Eisenstein series provides a kernel yielding products of the periods...
AbstractIn this paper, we study the Drinfeld cusp forms for Γ1(T) and Γ(T) using Teitelbaum's interp...
In a 1987 letter, Serre proves that the systems of Hecke eigenvalues arising from mod $p$ modular fo...
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